craft the world安卓 打造世界成就求助

打造世界怎么获得灰水晶 灰水晶获取攻略
打造世界这款游戏中玩家们如何能够获得水晶呢?很多玩家们都说水晶和蘑菇的获取方式是一样的哦。
打造世界这款游戏中玩家们如何能够获得水晶呢?很多玩家们都说水晶和蘑菇的获取方式是一样的哦,那么今天笨手机小编就来给大家介绍下吧,希望大家喜欢!
求推荐好方法,量产灰水晶,制药水需要,随机生成吗?在地下深处会有水晶矿 挖开可以得到随机颜色水晶。
水平线以下一段距离,你造一堆一排过去的泥土,多几层每层隔1格,可以批收草和水晶,挖掉后面的图就只会出水晶和黑色小鬼,红蓝药水直接商店买就行了,一金币三个,至于魔法药水,开采的水晶足够用了,蘑菇和水晶都是一样的&生成率都一样2333用数据来说就是一个东西只是词不同。
能称为灰的合成药水物品只有一种 叫灰蘑菇的绿色蘑菇,在地上堆泥土,墙只留里面那层,就会自动长出多灰蘑菇了,地平线以下的泥土有几率产生,所以我地下都是规则的2格洞一层。
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《打造世界(Craft The World》我已经挖到岩浆了,怎么算过关?
主题帖子积分
中级玩家, 积分 119, 距离下一级还需 131 积分
中级玩家, 积分 119, 距离下一级还需 131 积分
我已经挖到岩浆了,下面该干什么?
怎么算过关?科技树爬到顶级吗?
挖到了一个地下的房间,干掉了里面的眼魔,也没什么好东西啊?
这房子有什么用?
主题帖子积分
中级玩家, 积分 119, 距离下一级还需 131 积分
中级玩家, 积分 119, 距离下一级还需 131 积分
补个问题,庇护所的图腾,保护范围似乎有面积限制,有具体数据吗?
主题帖子积分
中级玩家, 积分 194, 距离下一级还需 56 积分
中级玩家, 积分 194, 距离下一级还需 56 积分
岩浆就是精子进入卵细胞的地方,继续往深处顶!!
主题帖子积分
高级玩家, 积分 270, 距离下一级还需 330 积分
高级玩家, 积分 270, 距离下一级还需 330 积分
发现遗迹 会多出要你造5个传送门的图纸&&造好后开启一个进入下一关门
图腾看那个小星星吧 会动那个 好像20多格 具体忘了
主题帖子积分
高级玩家, 积分 543, 距离下一级还需 57 积分
高级玩家, 积分 543, 距离下一级还需 57 积分
目前就算通关也不能去第二个世界.但是可以通过修改数据改出来.
不推荐.还是该数据把第一个世界改大就可以了.我的事500*500地图.气候同样可以改.彼第二个世界要稳定
主题帖子积分
初级玩家, 积分 76, 距离下一级还需 24 积分
初级玩家, 积分 76, 距离下一级还需 24 积分
你可以把房间里的东西都搬走
就像4楼所说的,你要找到遗迹并修复传送门才能进入下一关
自从第一关我把技能树全开之后第二关就没啥兴趣玩下去了
主题帖子积分
高级玩家, 积分 375, 距离下一级还需 225 积分
高级玩家, 积分 375, 距离下一级还需 225 积分
沙盒模式无尽头
闯关模式 完成传送门就可以
主题帖子积分
高级玩家, 积分 310, 距离下一级还需 290 积分
高级玩家, 积分 310, 距离下一级还需 290 积分
我挖到好几个房间了 没有提示有传送门的 难道还没遇到? 那个房间长什么样?&&沙盒模式地上是两边可以到头的 地下应该也有尽头吧 只不过应该比小地图大些 它分2种模式 沙盒和科技树 你们喜欢玩那种? 沙盒貌似只要有材料可以造人任何东西 而科技树不行
Powered by打造世界 图文教程攻略 游戏全面指南教你怎么玩_二、Craft the world游戏心得_
我的位置:>>>
打造世界 图文教程攻略 游戏全面指南教你怎么玩
发布时间: 14:10 () 作者:3DM论坛-tommyjojo/cxstar 编辑:售梦者
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打造世界 图文教程攻略 游戏全面指南教你怎么玩——一款风格类似我的世界的沙盒策略游戏,玩家同样需要在游戏中搜集各种材料合成装备,以及建造矮人城堡抵抗敌人的侵袭。不过打造世界区别于其他沙盒游戏的是,它是一款横版画面的策略游戏。
二、Craft the world游戏心得
作者的话:craft the world
【】(也有翻译成&创造世界&),玩了也有20几个小时了,从一开始不会玩,到现在还是再卡关,但是一些基本的东西还是要跟大家分享一下。
2.1 矮人睡觉
矮人睡觉要满足几个个条件:
B:悬挂雕像
C:一人一张床
D:床的位置不能超过雕像规划出的空间
A:房屋封闭 游戏中的世界构造都是两层的,前面一层后面一层,如图:
开始玩的时候只建了一层墙面,所以雕像死活不封闭(雕像头顶的球变黄就可以了),还有就是如果图上的位置被挖掉了,那也视为不能封闭,所以大家要避免这个问题。
B和C的问题很简单,不多说。
D:床的位置不能超过雕像规划出的空间。
雕像检测完毕以后,会在边界出现流动状的星星装,以显示界限,床的位置不能超过那个界限,否则就不在雕像的庇护之下了,矮人们也就不能安心睡觉了,最后点矮人,然后选择&选择矮人&&&&睡觉&就乖乖的睡觉了。
可能出现的问题:
1、有的时候空间封闭了,雕像也不会马上变颜色,等一下,看看,要是确认空间没问题,就关了游戏再进去,就会好。
2、在地底挖矿的时候切记如果后面一层墙被砸穿了,记得马上修补(修补方式就是把 泥土 或者 石块
放在下面的菜单里,点一下泥土,然后再点要修补处,就好了,同样,改造地形也是这个方式),要不马上修补,忘了的话,你就惨了,要满地图的去找哪一个小小的漏洞!很可怕!切记切记!!
2.2 关于升级
看到好些朋友说5、6级时候的哥布林被灭团,那其实就是在3级之前没有造好,矮人没法回血造成的。如果在3级之前造好庇护所,就一点问题都没有了。
所以我的建议是:向地下发展。
因为这样,你只需要造一个井盖就行了(造门要在井盖之后,还要造锁,麻烦的很),只留一个出口,很快就能完成闭合空间,矮人就能休息回血了。
2.3 关于矮人乱跑
之前看到个帖子说:最大的敌人不是哥布林,也不是各种怪,最大的敌人是矮人的智商!!!总喜欢往怪物堆里扎,着实伤不起。
解决的办法就是在2级的时候会出来一个上面画着小乌龟的指示牌,(跟雕像一起出来的,仔细看看不是乌龟,是个绿色的小怪物,反正我第一感觉就是乌龟)把那个牌子放在矮人总喜欢乱跑的地方,这样他们就不会越过指示牌过去到危险的地方了。
2.4 关于挖矿、采集
开始玩的时候,都是纯靠矮人跑来跑去的采矿,收集,慢死!后来发现,有魔法门这个神奇的东西!
就是最开始出现的魔法(贴图很麻烦,就纯描述了),蓝色的,中间有个椭圆形,像眼睛一样的,右下角有个&2&,这个就是魔法门,魔法门起点默认是老家,你只需要消耗&2&个魔法点(开始以为那个数字2,标识只能用两次,后来才知道不是。
魔法值在左上角蓝色的宝石,5分钟恢复一点,但是你要是升级,就全部恢复满,也可以调整电脑的时间,重启游戏,也就行了。),就可以在远处开门了!
是不是瞬间高大上了!是不是瞬间速度加倍了!!是的,这样速度超级快,不管是采矿,还是采集木头,水,浆果。
我一般采用的方式就是先把门前的树砍好,坑坑洼洼的地方改造成平地,然后在远处,找个水边,改造一大片土地,反正有了,以后那里就是林场了,在水边的好处是植物长得快。
是不是发现不管怎么刷新地图,环境环境会变,资源会变,但是不变的就是横轴尽头的一座石头山!那就是咱们的采石场了!有了传送门,一切都解决了!所以在前期迅速积累资源是不成问题的。
还有就是挖矿的窍门,挖矿的时候先从老家挖垂直挖个竖井(然后多伐木,多造梯子,没有梯子爬的慢,还不会摔下来)。然后笔直的向左右两边挖,这过程中就会看到好些个矿,在有矿石的地方点火把,标记,需要的时候直接开传送下去挖!
但是注意,下面的空洞会有很多蚂蚁,虽然攻击力不高,但是一旦挖开空洞,蚂蚁就会上来,数量很多,前期最好不要尝试挑衅,至少等上了护甲,有了铁剑,再去虐它们。
2.5 关于任务
每完成一个创造之树的分之就会相应的开启下一个技能,但是还会有一些大的任务(就是文字比较多的那些任务),比如钓鱼,比如用魔法指南针,前几次玩的时候就碰到了魔法指南针任务卡住的问题。
因为这个魔法释放有距离限制,任务是要求用魔法指南针寻找一个最近的密室,但是附近的密室都被我在前期挖矿的时候发现了,结果直接导致这个任务失败,卡关了就,只能重开。
解决方法是:然后先去地区找矿藏(反正有传送门),这个魔法合成之后,要先释放一次,创造树才能继续发展,然后还会再出现一个任务,然你再放一次找密室,所以第一次放的时候,你可以不用去找,放了魔法就好,第二次的时候,再去找那个密室。
2.6 关于碰到的问题
虽然上面说了一堆,可还是碰到了问题,就是这个不和谐的传送门:
任务是让找到传送门,并修好,修好了以后点进去,告诉我&已经完成测试版内容&。我擦泪!!!这是什么节奏,版本明明是.09了已经好不好~!!不要这么玩我吧!!!
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索引[1]:索引[2]:求助,打造世界(craft the world)成就 - 游戏/成就问题 - SteamCN 蒸汽动力 - Powered by Discuz! Archiver
大傻子木木
求助,打造世界(craft the world)成就
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科学上网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
还有4个成就未完成:
1、我在沙盒模式噩梦难度达到12级,为什么没有解锁?
2、被小沙虫弄死了很多次,不同难度下,还需要什么条件吗?
4、Professional Miner 的解锁条件是啥?是挖出所有矿?冰、雪、苹果算吗?可是冰雪和苹果不能共存在。
zpphaha1234
不懂帮顶 我这几个 不知道怎么就解开了
大傻子木木
zpphaha1234 发表于
不懂帮顶 我这几个 不知道怎么就解开了
初来乍到,谢谢帮顶!
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